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Laplace Transform of Temperate Holomorphic Functions |
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| Authors: | Olivier Berni |
| Affiliation: | (1) 7, villa Compoint, 75017 Paris, France |
| Abstract: | Let V be n-dimensional complex vector space. The aim of this paper is to give an elementary proof of the isomorphism OtV^[n]  OtV*, which quantizes the Fourier–Sato transform of the conic sheaf OtV of temperate holomorphic functions |
| Keywords: | Laplace transform D-module |
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